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- W2994961657 abstract "In this paper, we continue the study of bit-parallel square-based Montgomery multiplier (MM) by Li et al. (Integration 2016, IEEE Access 2018). A square-based MM use an alternative divide and conquer algorithm split a polynomial dueing to the parties of its term degree. Li et al. developed squared-based MM for irreducible trinomials and Type C.1 pentanomials and showed such types of multipliers are at least as efficient as the multipliers using KA. Our contributions consist of two aspects. On one hand, we construct a new MM for a special class of Type C.2 pentanomial, i.e., xm + xm-2 + xk + x2 + 1. By setting a new Montgomery factor, the constructed multiplier can save 1/4 logic gates. On the other hand, our multipliers are motivated by the observation that the optimal Montgomery factors depend on the smallest term degree (non-constant) of the Type C.2 pentanomial. We investigate the main characteristic of square-based MM in the context of Montgomery factor selection." @default.
- W2994961657 created "2019-12-26" @default.
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- W2994961657 date "2019-12-19" @default.
- W2994961657 modified "2023-09-24" @default.
- W2994961657 title "On the square-based montgomery multiplier for a class of type C.2 pentanomial" @default.
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- W2994961657 doi "https://doi.org/10.1145/3371425.3371461" @default.
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